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Introduction
0. Outline of a programme for a theory of intersections
- 1.
0[RRR]. Classes of sheaves and the Riemann–Roch theorem
- I. \lambda-rings (formal preliminaries)
  - I.1 Definitions
- II. Classes of coherent algebraic sheaves and Chern classes
  - II.1 Chow theory
I. Generalities on finiteness conditions in derived categories
- 0. Introduction
- 1. Preliminary definitions
  - 1.1 Fibred categories with additive (resp. abelian, resp. triangulated) fibres
IV. Grothendieck groups of ringed toposes
- 1. Reminders and generalities on Grothendieck groups

SGA 6: Intersection theory and the Riemann–Roch theorem

P. Berthelot, A. Grothendieck, and L. Illusie

1966–1967 (web version last updated: 23 February 2023)

Introduction

TO-DO